#GLF 1.0
#D Sqrtgun 3.0
#D Population in generation t is asymptotic to  5 sqrt(t/12).  A 4 glider
#D salvo pushes a blinker 3 units southeast and sends back a glider,
#D which causes another salvo to be fired and a glider to be sent
#D northeast.  The round trip time, and hence the gap between
#D northeastward gliders, increases by an average of 24 generations each
#D time.  More specifically, let a[0]=207, a[1]=159, a[2]=-33, a[3]=111,
#D and a[4]=231.  For n>=0, a glider is sent northeast (by reflection from
#D a buckaroo) in generation  12 n^2 + 1116 n + a[n mod 5]  (at which
#D time, for n>=1, the population is  5n + 1297)  and escapes about 300
#D generations later.
#D Dean Hickerson, dean@ucdmath.ucdavis.edu  1/28/91
x = -88, y = -85, width = 176, height = 170
46boo$46bo6$37boo24boo$37bo25bo$28boo5bobo5boo3boo$27bobo5boo6bo5bo$
12bobo11bo$12bobbo10bobbo14bo3bo15bo$15boo9bo18b3o15bobo$3boo8bo3boo8b
obo6boo24bo3bo$3bo11boo11boo6bobbo23b3o$12bobbo45boo3boo$12bobo21bobbo
$35bobbo$35bobo$36bo$$36boo$36bo$44bo$8bo34b3o$6b4o32b5o$oo5boboo13bob
o14boo3boo$o4bobob3o12bo3bo13b5o$7boboo17bo13bo3bo47boo$6b4o19bo14bo
18boo3boo26bo$8bo19bo34boo3boo13boo12bo$24bo3bo3boo12boo8bo7b5o14bo13b
o13boo$24bobo5bobo11bo8bo9bobo12boo15bo11bobbo$34bo12b3o5b3o14boo5b3o
14bo11bo15bobo$34boo13bo15b3o4bo7boo12boo12bo15bo3bo$83bo24bo19bo$83b
oo24bobbo16bo4boo$23boo86boo15bo5bo$23bo100bo3bo$78boo9boo33bobo$65boo
10bobbo7bobbo$37bo27bo11b3obb5obb3o$37b3o40boo5boo$40bo38bo9bo$39boo
38boobo3boboo$84bo4$21boo3boo14bo$23b3o15b3o55boo21boo$22bo3bo14b3o55b
o22bo$23bobo86bo7bobo$24bo14boo3boo33bobo30b4o4boo$39bo5bo32bo20boo12b
4o$74bobbo4bo15bobo12bobbo$73boobobboboo5boo7b3o13b4o$77boo9bo7b3o13b
4o$21b3o73b3o12bo$98bobo$21bobo15boo58boo$20b5o15bo$19boo3boo11b3o$19b
oo3boo11bo3$47boo$47bo3$47bo72bo$21boo23boobo68bobo$21bo27bo66boo18boo
$34boo13bo66boo17bo$34bo11bobbo66boo16bo$21bobo23boo49bo13boo4bobo13bo
9boo$21bo3bo70b3o12bobo6bo13bo9bo$11boo12bo10boo57bo15bo23bo$11bo14bo
7bobbo57boo13boo24boo$25bo7bo11boo$21bo3bo7bo11bo98boo$21bobo9bo110bo$
34bobbo86bo$36boo79bo5bobo28boo$117bobo4bo29bo$41bo75boo$39bobo125boo$
29boo6boo12boo92bo21bo$28bo3bo4boo12bo92b3o7bo$27bo5bo3boo105b3o6bobo$
17boo8bo3boboo4bobo110bo3bo$17bo9bo5bo7bo100boo3boo4b3o$28bo3bo109bo5b
obboo3boo$29boo$54boo$53bobbo108boo3boo$56bo108bo5bo$28boo26bo$28bo24b
oobo109bo3bo$54bo112b3o3$54boo$55bo$$140boo3boo$149boo3boo$26boo3boo
94b3o11bo3bo3boo3boo$27b5o3boo92bo12b3o5b5o$27booboo4boo90bo13b3o6bobo
$27booboo3bo134bo$28b3o10boo108b3o15b3o$41bo126b5o$87bo70bo8boo3boo$
80boo5bobo15boo36boo12bo10b5o$80bo6boo16bo37bo5boo6b3o8bo3bo$30b3o39bo
5bobo69bo19bo$30b3o39bobo3boo67b3o$29bo3bo39bobo28b3o40bo15boo7boo$28b
o5bo38bobbo27boo34bo18b4o4boo3bo$29bo3bo5boo3boo27bobo31boo27boobboob
3o13b3oboobbo5b3o$30b3o6bo5bo15boo9bobo31b3o27bo5b4o18bo10bo$60bobo9bo
32bobo32boo$40bo3bo15bo44boo$41b3o15boo6$39boo51bo$31boo7bo49b3o$31bo
5b3o49bo$37bo51boo3$86b3o$86b3o8b3o$85bo3bo9bo$98bo$84boo3boo$$48bo$
47bobo47bo30bo$40boo4boboo46bobo28bo15b3o$40bo4booboo47bo29b3o$46boboo
$47bobo9boo$48bo10bobo$61bo$61boo4$88b3o$87bo3bo$86bo5bo$86bo5bo3$127b
o$126bobo$114bobo8boboo$114bobbo6booboo10boo$89boo14boo10boo6boboo10bo
$89bo15bo9bo3boo5bobo$117boo8bo$114bobbo$114bobo!
